Search Results - "Johansson, Kurt"

The two-time distribution in geometric last-passage percolation by Johansson, Kurt

“…We study the two-time distribution in directed last passage percolation with geometric weights in the first quadrant. We compute the scaling limit and show…”
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Two Time Distribution in Brownian Directed Percolation by Johansson, Kurt

“…In the zero temperature Brownian semi-discrete directed polymer we study the joint distribution of two last-passage times at positions ordered in the time-like…”
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Multitime Distribution in Discrete Polynuclear Growth by Johansson, Kurt, Rahman, Mustazee

“…We study the multitime distribution in a discrete polynuclear growth model or, equivalently, in directed last‐passage percolation with geometric weights. A…”
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Discrete polynuclear growth and determinantal processes by JOHANSSON, Kurt

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Universality of the Local Spacing Distribution¶in Certain Ensembles of Hermitian Wigner Matrices by Johansson, Kurt Johansson

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The Arctic Circle Boundary and the Airy Process by Johansson, Kurt

“…We prove that the, appropriately rescaled, boundary of the north polar region in the Aztec diamond converges to the Airy process. The proof uses certain…”
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Non-intersecting paths, random tilings and random matrices by JOHANSSON, Kurt

“…We investigate certain measures induced by families of non-intersecting paths in domino tilings of the Aztec diamond, rhombus tilings of an abc-hexagon, a…”
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On the Distribution of the Length of the Longest Increasing Subsequence of Random Permutations by Baik, Jinho, Deift, Percy, Johansson, Kurt

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Powers of large random unitary matrices and Toeplitz determinants by DUITS, MAURICE, JOHANSSON, KURT

“…We study the limiting behavior of \operatorname {Tr}U^{k(n)}, where U is an n\times n random unitary matrix and k(n) is a natural number that may vary with n…”
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Non-intersecting, simple, symmetric random walks and the extended hahn kernel by JOHANSSON, Kurt

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Dimer–Dimer Correlations at the Rough–Smooth Boundary by Johansson, Kurt, Mason, Scott

“…Three phases of macroscopic domains have been seen for large but finite periodic dimer models; these are known as the frozen, rough and smooth phases. The…”
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Non-colliding Brownian Motions and the Extended Tacnode Process by Johansson, Kurt

“…We consider non-colliding Brownian motions with two starting points and two endpoints. The points are chosen so that the two groups of Brownian motions just…”
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Domino statistics of the two-periodic Aztec diamond by Chhita, Sunil, Johansson, Kurt

“…Random domino tilings of the Aztec diamond shape exhibit interesting features and some of the statistical properties seen in random matrix theory. As a…”
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Lived experience of driving ability following stroke by Patomella, Ann-Helen, Johansson, Kurt, Tham, Kerstin

“…Purpose. This study describes and expands our understanding of the lived-experience of driving ability after stroke in the context of being under a driving…”
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The Nordic Stroke Driver Screening Assessment as predictor for the outcome of an on-road test by Selander, Helena, Johansson, Kurt, Lundberg, Catarina, Falkmer, Torbjörn

“…The use of the cognitive test battery Nordic Stroke Driver Screening Assessment (NorSDSA) has increased, sometimes as a stand-alone test to evaluate fitness to…”
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Long and Short Time Asymptotics of the Two-Time Distribution in Local Random Growth by Johansson, Kurt

“…The two-time distribution gives the limiting joint distribution of the heights at two different times of a local 1D random growth model in the curved geometry…”
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GAUSSIAN AND NON-GAUSSIAN FLUCTUATIONS FOR MESOSCOPIC LINEAR STATISTICS IN DETERMINANTAL PROCESSES by Johansson, Kurt, Lambert, Gaultier

“…We study mesoscopic linear statistics for a class of determinantal point processes which interpolate between Poisson and random matrix statistics. These…”
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Shape Fluctuations and Random Matrices by Johansson, Kurt

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Local geometry of the rough-smooth interface in the two-periodic Aztec diamond by Beffara, Vincent, Chhita, Sunil, Johansson, Kurt

“…Random tilings of the two-periodic Aztec diamond contain three macroscopic regions: frozen, where the tilings are deterministic; rough, where the correlations…”
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GOE fluctuations for the maximum of the top path in alternating sign matrices by Ayyer, Arvind, Chhita, Sunil, Johansson, Kurt

“…The six-vertex model is an important toy-model in statistical mechanics for twodimensional ice with a natural parameter A. When A = 0, the so-called…”
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